The present fault model available in the field of seismology is the highcut source model. Since detailed behaviors of short-period components at the source are still unknown, it is quite difficult to reproduce observed accelerations (or Intensities) by modelling the earthquake source. In this paper, applying a low-pass filter to observed strong-motion accelerograms in the frequency range from O Hz to ν Hz, relations between maximum amplitudes and cutoff period T (=1/ν) are obtained. The empirical equations for maximum acceleration, um (gal), maximum velocity, um (kine), and maximum displacement, um (cm), as a function of T (sec) are found to be and If values at T=T0 are known, maximum values for short periods, for in-stance at T=0.1sec, can be estimated. For dislocation source models corresponding to M=5 to 8, theoretical seismograms are computed. The above cutoff period is defined as the period at which the spectral amplitude is equal to or less than 1/1, 000 of the maximum value and maximum short-period accelerations at T=0.1sec are estimated by using the above empirical relations. Although, in this study, only an infinite medium is considered and expected accelerations at prescribed stations computed by using I-R relations of SHIMA (1977) have large variations, it can be said that maximum accelerations obtained for the present fault models give plausible values. In the present paper, possibility is only investigated whether the fault model, assuming the simple infinite medium, can realize or not the shortperiod maximum accelerations we experience during the earthquake. It is quite important to study spatial distributions of maximum accelerations as well as maximum velocities in the period range, which bring about great damage in the epicentral area, by adopting a pertinent hypothetical earthquake model and taking more realistic multi-layered surface structures into account.
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